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z-1-2-z-1-z-z-and-z-are-complex-numbers-show-that-z-2e-i-show-that-M-describes-a-conic-section-




Question Number 208533 by alcohol last updated on 18/Jun/24
z′ = (1/2)(z+(1/z))  z and z′ are complex numbers  show that z = 2e^(iθ)   show that M′ describes a conic section
z=12(z+1z)zandzarecomplexnumbersshowthatz=2eiθshowthatMdescribesaconicsection
Answered by Berbere last updated on 18/Jun/24
what is z complexe    n plane?%
whatiszcomplexenplane?%
Answered by Berbere last updated on 18/Jun/24
z′=(1/2)(z+(1/z)) z=2e^(iθ)   incomplet information we can just say z#0
z=12(z+1z)z=2eiθYou can't use 'macro parameter character #' in math mode

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